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Question

Which of these is a personal error?

The correct answer is

Inaccurate centering

Understanding Personal Errors in Measurement

In measurements, errors can occur from various sources. These errors are generally classified into different types, such as instrumental errors, natural errors, and personal errors.

Let's examine the given options to determine which one represents a personal error.

  • Blunt pivot: This refers to a defect in the instrument itself. A blunt pivot would cause friction and prevent smooth movement of the needle, leading to incorrect readings. This is an instrumental error.
  • Sluggish needle: This also indicates a problem with the instrument, possibly due to friction or a weak magnetic field. A sluggish needle will not settle accurately or quickly. This is an instrumental error.
  • Pivot being bent: A bent pivot is a physical defect in the instrument. This would cause the needle to rest improperly or swing unevenly, leading to inaccurate measurements. This is an instrumental error.
  • Inaccurate centering: This refers to the error caused by the observer failing to correctly position the instrument over the required point. Centering is an action performed by the person taking the measurement. If the instrument is not centered accurately, all subsequent readings will be in error. This is an error directly attributable to the person using the instrument. Therefore, this is a personal error.

Based on the analysis, Inaccurate centering is an error that results from the actions or judgment of the person taking the measurement, classifying it as a personal error.

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Important Questions from Accuracy and Errors

  1. The clogging of chain rings with mud introduces (with ‘error’ defined in the standard way)

    1. Negative cumulative error

    2. Positive cumulative error

    3. Compensating error

  2. An angle measured with theodolite is α with weight 2. The weight of \(\rm \frac{\alpha}{4}\) will be

  3. If the probable error in single observation is ± 0.04 m and that of the mean is ± 0.01 m, then the number of observations are

  4. Errors arising from carelessness of the observer are known as

  5. The errors such as sag in chain and chain not being horizontal during stepping are common in:

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